In the C# stub, base is a keyword and can't be used as a variable.

C++: No need for floats

int main() {
    uint32_t a, b;
    cin >> b >> a;
    cout << 2 * a / b + bool((2 * a) % b);   
    return 0;
}

height = (int)Math.ceil((2.0*area)/base);

My solution

int lowestTriangle(int base, int area){
    int h=2*area/base;
    if ((2*area)%base) h++;
    return h;
}

I am so mad. One of the test cases' answer was 2000000 and C++ std::cout gave the output as 2e+06 instead of 2000000 so it gave a wrong answer... I really need to start using std::printf everywhere.

This can be proven by congrent triangle, where the angle of incidence and the angle of reflection are the same, and both are right angled triangles. The reflected ray from the foot to the eye will form two right-angled triangles.Do my essay for me

just a simple expression

int main() {
    int b,a;
    cin>>b>>a;
    cout<<(int)ceil((2.0*a)/b);
    return 0;
}

Is this a viable answer?

// PHP
function lowestTriangle($base, $area){
    // Complete this function
    return ceil(($area * 2) / $base);
}

include

using namespace std; int minimumheight(int area,int base) { int start=0,checkarea; int endi=area; int mid,minh; minh=endi; for(int i=0;i=area) break; } return i; } int main() { int t,a,b; cin>>b>>a; int minih=minimumheight(a,b); cout<

return 0;

}

THIS APPROACH IS COMPLEX OR EASY??? IS IT GOOD APPROACH IN TIME AND SPACE COMPLEXITY.... PASSING ALL THE TEST CASES

static int lowest(int base, int area)
        {

    int h;
    h= 2*area/base; 
    if(h*base<2*area)
    {
        h=h+1;
    }

    else
    {
        h=h;;
    }
    return h;

}